120 High school students have to do 3 final exams to be able to enter to the university. There are exams in Math, Science and Language. We know: - 60 students passed Math - 40 students passed Science - 30 students passed Science and Math - 30 students passed Language and Math - 25 students passed Science and Language 20 stu dents passod Lang Uge and Math and
120 High school students have to do 3 final exams to be able to enter to the university. There are exams in Math, Science and Language. We know: - 60 students passed Math - 40 students passed Science - 30 students passed Science and Math - 30 students passed Language and Math - 25 students passed Science and Language 20 stu dents passod Lang Uge and Math and
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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![120 High school students have to do 3 final exams
to be able to enter to the university. There are
exams in Math, Science and Language. We know:
- 60 students passed Math
- 40 students passed Science
- 30 students passed Science and Math
- 30 students passed Language and Math
- 25 students passed Science and Language
- 20 students passed Language and Math and
Science
- 50 students – failed all 3 exams.
|
а.
Draw a Venn Diagram to illustrate sets of
students passing different exams.
b. How many students passed Language?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F74ca7159-d1ce-4abe-9c24-5b17bb77ce00%2Fb46257f8-8b67-47c7-97ff-157f3829a904%2F133db5d_processed.png&w=3840&q=75)
Transcribed Image Text:120 High school students have to do 3 final exams
to be able to enter to the university. There are
exams in Math, Science and Language. We know:
- 60 students passed Math
- 40 students passed Science
- 30 students passed Science and Math
- 30 students passed Language and Math
- 25 students passed Science and Language
- 20 students passed Language and Math and
Science
- 50 students – failed all 3 exams.
|
а.
Draw a Venn Diagram to illustrate sets of
students passing different exams.
b. How many students passed Language?
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